In: Accounting
Percy Productions has three models: D, E, and F. The following information is available:
| ? | Model D | Model E | Model F | 
| Sales revenue | $65,000 | $37,000 | $24,000 | 
| Variable expenses | $35,000 | $15,000 | $14,000 | 
| Contribution margin | $30,000 | $22,000 | $10,000 | 
| Fixed expenses | $16,000 | $16,000 | $16,000 | 
| Operating income (loss) | $14,000 | $6000 | -$6000 | 
Percy Productions is thinking of discontinuing model F because it is reporting an operating loss. All fixed costs are unavoidable. Assume Percy Productions is able to increase the sales revenue of product F to $32,000 with no change in volume of units sold and no change in variable costs or fixed costs. What effect will this have on operating income?
| 
 Decrease $24,000  | 
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 Increase $24,000  | 
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 Increase $11,000  | 
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 Decrease $11,000  | 
Correct answer------------Decrease by $10,000
It seems like none of the options are correct. I have solved answer on the basis of the data and not considered options.
Working
| Situation before discontinuing F | ||||
| Model D | Model E | Model F | TOTAL | |
| Sales revenue | $65,000.00 | $ 37,000.00 | $ 24,000.00 | $ 126,000.00 | 
| Variable expenses | $35,000.00 | $ 15,000.00 | $ 14,000.00 | $ 64,000.00 | 
| Contribution margin | $30,000.00 | $ 22,000.00 | $ 10,000.00 | $ 62,000.00 | 
| Fixed expenses | $16,000.00 | $ 16,000.00 | $ 16,000.00 | $ 48,000.00 | 
| Operating income (loss) | $14,000.00 | $ 6,000.00 | $ (6,000.00) | $ 14,000.00 | 
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| Situation After discontinuing F | ||||
| Model D | Model E | Model F | TOTAL | |
| Sales revenue | $65,000.00 | $ 37,000.00 | $ 102,000.00 | |
| Variable expenses | $35,000.00 | $ 15,000.00 | $ 50,000.00 | |
| Contribution margin | $30,000.00 | $ 22,000.00 | $ - | $ 52,000.00 | 
| Fixed expenses | $16,000.00 | $ 16,000.00 | $ 16,000.00 | $ 48,000.00 | 
| Operating income (loss) | $14,000.00 | $ 6,000.00 | $ (16,000.00) | $ 4,000.00 | 
| Total income before Discontinuing F | $ 14,000.00 | 
| Total income after Discontinuing F | $ 22,000.00 | 
| Net decrease in income | -$ 8,000.00 |